Intro: My name is Joshua Kimbrough and I am a senior at Rowe Clark. So far what I like about this class is how we depend on ourselves and work on projects and do test projects. This has been one of my favorite classes of the school year.
Week of 1/26/15
2/13/15
This week was a great week and I had an outstanding week. I did great on my test and I gained confidence throughout the week for sun. It was really a great week and I would love to carry it over into the next week. Now let's make it a great weekend. 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 width="100" height="100"]]
02/20/15
The law of reflection is when light falls upon a plane surface it is so reflected that angle of reflection is equal to the angel of incidence and that the incident ray, reflected ray, and normal ray all lie in the plane of incidence.
Week of 1/26/15
2/13/15
This week was a great week and I had an outstanding week. I did great on my test and I gained confidence throughout the week for sun. It was really a great week and I would love to carry it over into the next week. Now let's make it a great weekend. 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 width="100" height="100"]]
02/20/15
The law of reflection is when light falls upon a plane surface it is so reflected that angle of reflection is equal to the angel of incidence and that the incident ray, reflected ray, and normal ray all lie in the plane of incidence.